{
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"
    }
   },
   "cell_type": "markdown",
   "id": "fb975be1-7418-4009-a6fa-9ace4ff16d3e",
   "metadata": {},
   "source": [
    "![image.png](attachment:29428bf9-9835-42b9-b731-f4b35f3e37d3.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4aa8059-7a60-462d-bbe2-f6700460366f",
   "metadata": {},
   "source": [
    "# 任务2.1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e2649693-6b9d-45a7-ab09-584ed0684874",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "eb7b1000-d557-46c9-939e-598330923884",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>job</th>\n",
       "      <th>marital</th>\n",
       "      <th>education</th>\n",
       "      <th>default</th>\n",
       "      <th>housing</th>\n",
       "      <th>loan</th>\n",
       "      <th>contact</th>\n",
       "      <th>month</th>\n",
       "      <th>day_of_week</th>\n",
       "      <th>duration</th>\n",
       "      <th>poutcome</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>user_id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>BA2200004</th>\n",
       "      <td>40</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>151</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200005</th>\n",
       "      <td>56</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>307</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200007</th>\n",
       "      <td>59</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>139</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200009</th>\n",
       "      <td>24</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>380</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200010</th>\n",
       "      <td>25</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>50</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241171</th>\n",
       "      <td>29</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>112</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241173</th>\n",
       "      <td>46</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>383</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241174</th>\n",
       "      <td>56</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>189</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241175</th>\n",
       "      <td>44</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>442</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241176</th>\n",
       "      <td>74</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>239</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>30436 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           age  job  marital  education  default  housing  loan  contact  \\\n",
       "user_id                                                                    \n",
       "BA2200004   40    0        0          0        0        0     0        0   \n",
       "BA2200005   56    1        0          1        0        0     1        0   \n",
       "BA2200007   59    0        0          2        0        0     0        0   \n",
       "BA2200009   24    2        1          2        0        1     0        0   \n",
       "BA2200010   25    1        1          1        0        1     0        0   \n",
       "...        ...  ...      ...        ...      ...      ...   ...      ...   \n",
       "BA2241171   29    5        1          0        0        1     0        1   \n",
       "BA2241173   46    3        0          2        0        0     0        1   \n",
       "BA2241174   56    6        0          3        0        1     0        1   \n",
       "BA2241175   44    2        0          2        0        0     0        1   \n",
       "BA2241176   74    6        0          2        0        1     0        1   \n",
       "\n",
       "           month  day_of_week  duration  poutcome  y  \n",
       "user_id                                               \n",
       "BA2200004      5            1       151         0  0  \n",
       "BA2200005      5            1       307         0  0  \n",
       "BA2200007      5            1       139         0  0  \n",
       "BA2200009      5            1       380         0  0  \n",
       "BA2200010      5            1        50         0  0  \n",
       "...          ...          ...       ...       ... ..  \n",
       "BA2241171     11            5       112         2  0  \n",
       "BA2241173     11            5       383         0  0  \n",
       "BA2241174     11            5       189         0  0  \n",
       "BA2241175     11            5       442         0  1  \n",
       "BA2241176     11            5       239         1  0  \n",
       "\n",
       "[30436 rows x 13 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sDf=pd.read_excel('result1_3.xlsx',index_col=0)\n",
    "sDf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5020ed55-1c00-41d0-b624-d9bc53867fe1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>job</th>\n",
       "      <th>marital</th>\n",
       "      <th>education</th>\n",
       "      <th>default</th>\n",
       "      <th>housing</th>\n",
       "      <th>loan</th>\n",
       "      <th>contact</th>\n",
       "      <th>month</th>\n",
       "      <th>day_of_week</th>\n",
       "      <th>duration</th>\n",
       "      <th>poutcome</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>age</th>\n",
       "      <td>1.00</td>\n",
       "      <td>0.15</td>\n",
       "      <td>-0.10</td>\n",
       "      <td>-0.08</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.09</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.05</td>\n",
       "      <td>0.05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>job</th>\n",
       "      <td>0.15</td>\n",
       "      <td>1.00</td>\n",
       "      <td>-0.06</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.04</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.03</td>\n",
       "      <td>0.04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>marital</th>\n",
       "      <td>-0.10</td>\n",
       "      <td>-0.06</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.09</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.03</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>education</th>\n",
       "      <td>-0.08</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.09</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.10</td>\n",
       "      <td>0.13</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>default</th>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>housing</th>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.02</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.05</td>\n",
       "      <td>0.08</td>\n",
       "      <td>0.03</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>loan</th>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.05</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>-0.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>contact</th>\n",
       "      <td>0.01</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.03</td>\n",
       "      <td>0.10</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.08</td>\n",
       "      <td>0.01</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.29</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>0.03</td>\n",
       "      <td>0.22</td>\n",
       "      <td>0.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>month</th>\n",
       "      <td>0.09</td>\n",
       "      <td>0.04</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.13</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.03</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.29</td>\n",
       "      <td>1.00</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>0.06</td>\n",
       "      <td>0.03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>day_of_week</th>\n",
       "      <td>-0.02</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.00</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>duration</th>\n",
       "      <td>0.01</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.03</td>\n",
       "      <td>-0.02</td>\n",
       "      <td>0.01</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.03</td>\n",
       "      <td>0.39</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>poutcome</th>\n",
       "      <td>0.05</td>\n",
       "      <td>0.03</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.02</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.22</td>\n",
       "      <td>0.06</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.03</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>y</th>\n",
       "      <td>0.05</td>\n",
       "      <td>0.04</td>\n",
       "      <td>0.02</td>\n",
       "      <td>0.05</td>\n",
       "      <td>-0.00</td>\n",
       "      <td>0.01</td>\n",
       "      <td>-0.01</td>\n",
       "      <td>0.14</td>\n",
       "      <td>0.03</td>\n",
       "      <td>0.01</td>\n",
       "      <td>0.39</td>\n",
       "      <td>0.27</td>\n",
       "      <td>1.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              age   job  marital  education  default  housing  loan  contact  \\\n",
       "age          1.00  0.15    -0.10      -0.08     0.00     0.00 -0.01     0.01   \n",
       "job          0.15  1.00    -0.06      -0.01     0.00    -0.00 -0.02     0.00   \n",
       "marital     -0.10 -0.06     1.00       0.09    -0.01     0.00 -0.00     0.03   \n",
       "education   -0.08 -0.01     0.09       1.00     0.00     0.02  0.01     0.10   \n",
       "default      0.00  0.00    -0.01       0.00     1.00    -0.00 -0.00     0.01   \n",
       "housing      0.00 -0.00     0.00       0.02    -0.00     1.00  0.05     0.08   \n",
       "loan        -0.01 -0.02    -0.00       0.01    -0.00     0.05  1.00     0.01   \n",
       "contact      0.01  0.00     0.03       0.10     0.01     0.08  0.01     1.00   \n",
       "month        0.09  0.04    -0.01       0.13     0.01     0.03 -0.01     0.29   \n",
       "day_of_week -0.02 -0.01    -0.00       0.01    -0.01    -0.00  0.00    -0.02   \n",
       "duration     0.01  0.01    -0.00      -0.02    -0.01    -0.01  0.01     0.03   \n",
       "poutcome     0.05  0.03     0.02       0.02     0.00     0.02 -0.00     0.22   \n",
       "y            0.05  0.04     0.02       0.05    -0.00     0.01 -0.01     0.14   \n",
       "\n",
       "             month  day_of_week  duration  poutcome     y  \n",
       "age           0.09        -0.02      0.01      0.05  0.05  \n",
       "job           0.04        -0.01      0.01      0.03  0.04  \n",
       "marital      -0.01        -0.00     -0.00      0.02  0.02  \n",
       "education     0.13         0.01     -0.02      0.02  0.05  \n",
       "default       0.01        -0.01     -0.01      0.00 -0.00  \n",
       "housing       0.03        -0.00     -0.01      0.02  0.01  \n",
       "loan         -0.01         0.00      0.01     -0.00 -0.01  \n",
       "contact       0.29        -0.02      0.03      0.22  0.14  \n",
       "month         1.00        -0.01     -0.02      0.06  0.03  \n",
       "day_of_week  -0.01         1.00      0.01      0.01  0.01  \n",
       "duration     -0.02         0.01      1.00      0.03  0.39  \n",
       "poutcome      0.06         0.01      0.03      1.00  0.27  \n",
       "y             0.03         0.01      0.39      0.27  1.00  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sDfCorr=pd.DataFrame(sDf.corr()).round(2)\n",
    "sDfCorr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "0ee19bb5-fb7b-4138-b1f5-4fb1895eb016",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(13, 13)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sDfCorr.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e413e838-5fc1-430f-bffc-6d1905050860",
   "metadata": {},
   "outputs": [],
   "source": [
    "from pyecharts import options as opts\n",
    "from pyecharts.charts import HeatMap\n",
    "from pyecharts.faker import Faker\n",
    "value = [[i, j, sDfCorr.iloc[i,j]] for i in range(13) for j in range(13)]\n",
    "c = (\n",
    "    HeatMap(\n",
    "        init_opts=opts.InitOpts(animation_opts=opts.AnimationOpts(animation = True))\n",
    "    )\n",
    "    .add_xaxis(\n",
    "        sDf.columns.tolist()\n",
    "    )\n",
    "    .add_yaxis(\n",
    "        \"短期数据热力图\",\n",
    "        sDf.columns.tolist(),\n",
    "        value,\n",
    "        label_opts=opts.LabelOpts(is_show=True, position=\"inside\"),\n",
    "    )\n",
    "    .set_global_opts(\n",
    "\n",
    "        title_opts=opts.TitleOpts(title=\"短期数据 HeatMap\"),\n",
    "        visualmap_opts=opts.VisualMapOpts(min_=-1, \n",
    "                                          max_=1, \n",
    "                                          is_calculable=True, \n",
    "                                          orient=\"horizontal\", \n",
    "                                          pos_left=\"center\"),\n",
    "        \n",
    "        legend_opts=opts.LegendOpts()\n",
    "    )\n",
    "        \n",
    "    \n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "070733bf-828d-4b7c-b73b-d1c3359075c0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "new Promise(function(resolve, reject) {\n",
       "    var script = document.createElement(\"script\");\n",
       "    script.onload = resolve;\n",
       "    script.onerror = reject;\n",
       "    script.src = \"https://assets.pyecharts.org/assets/v5/echarts.min.js\";\n",
       "    document.head.appendChild(script);\n",
       "}).then(() => {\n",
       "\n",
       "});"
      ],
      "text/plain": [
       "<pyecharts.render.display.Javascript at 0x1d161670e50>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 为让在note-book中显示图\n",
    "from pyecharts.globals import CurrentConfig,NotebookType\n",
    "CurrentConfig.NOTEBOOK_TYPE = NotebookType.JUPYTER_LAB\n",
    "c.load_javascript()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "889bf8f1-44d4-488a-8e4a-a3e74b2c7bf1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<!DOCTYPE html>\n",
       "<html>\n",
       "<head>\n",
       "    <meta charset=\"UTF-8\">\n",
       "</head>\n",
       "<body>\n",
       "        <div id=\"b3acf57a184f4b69b53320eeab1cd05b\" class=\"chart-container\" style=\"width:900px; height:500px; \"></div>\n",
       "    <script>\n",
       "        var chart_b3acf57a184f4b69b53320eeab1cd05b = echarts.init(\n",
       "            document.getElementById('b3acf57a184f4b69b53320eeab1cd05b'), 'white', {renderer: 'canvas'});\n",
       "        var option_b3acf57a184f4b69b53320eeab1cd05b = {\n",
       "    \"animation\": true,\n",
       "    \"animationThreshold\": 2000,\n",
       "    \"animationDuration\": 1000,\n",
       "    \"animationEasing\": \"cubicOut\",\n",
       "    \"animationDelay\": 0,\n",
       "    \"animationDurationUpdate\": 300,\n",
       "    \"animationEasingUpdate\": \"cubicOut\",\n",
       "    \"animationDelayUpdate\": 0,\n",
       "    \"aria\": {\n",
       "        \"enabled\": false\n",
       "    },\n",
       "    \"color\": [\n",
       "        \"#5470c6\",\n",
       "        \"#91cc75\",\n",
       "        \"#fac858\",\n",
       "        \"#ee6666\",\n",
       "        \"#73c0de\",\n",
       "        \"#3ba272\",\n",
       "        \"#fc8452\",\n",
       "        \"#9a60b4\",\n",
       "        \"#ea7ccc\"\n",
       "    ],\n",
       "    \"series\": [\n",
       "        {\n",
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       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"position\": \"inside\",\n",
       "                \"margin\": 8\n",
       "            }\n",
       "        }\n",
       "    ],\n",
       "    \"legend\": [\n",
       "        {\n",
       "            \"data\": [\n",
       "                \"\\u77ed\\u671f\\u6570\\u636e\\u70ed\\u529b\\u56fe\"\n",
       "            ],\n",
       "            \"selected\": {},\n",
       "            \"show\": true,\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"itemWidth\": 25,\n",
       "            \"itemHeight\": 14,\n",
       "            \"backgroundColor\": \"transparent\",\n",
       "            \"borderColor\": \"#ccc\",\n",
       "            \"borderWidth\": 1,\n",
       "            \"borderRadius\": 0,\n",
       "            \"pageButtonItemGap\": 5,\n",
       "            \"pageButtonPosition\": \"end\",\n",
       "            \"pageFormatter\": \"{current}/{total}\",\n",
       "            \"pageIconColor\": \"#2f4554\",\n",
       "            \"pageIconInactiveColor\": \"#aaa\",\n",
       "            \"pageIconSize\": 15,\n",
       "            \"animationDurationUpdate\": 800,\n",
       "            \"selector\": false,\n",
       "            \"selectorPosition\": \"auto\",\n",
       "            \"selectorItemGap\": 7,\n",
       "            \"selectorButtonGap\": 10\n",
       "        }\n",
       "    ],\n",
       "    \"tooltip\": {\n",
       "        \"show\": true,\n",
       "        \"trigger\": \"item\",\n",
       "        \"triggerOn\": \"mousemove|click\",\n",
       "        \"axisPointer\": {\n",
       "            \"type\": \"line\"\n",
       "        },\n",
       "        \"showContent\": true,\n",
       "        \"alwaysShowContent\": false,\n",
       "        \"showDelay\": 0,\n",
       "        \"hideDelay\": 100,\n",
       "        \"enterable\": false,\n",
       "        \"confine\": false,\n",
       "        \"appendToBody\": false,\n",
       "        \"transitionDuration\": 0.4,\n",
       "        \"textStyle\": {\n",
       "            \"fontSize\": 14\n",
       "        },\n",
       "        \"borderWidth\": 0,\n",
       "        \"padding\": 5,\n",
       "        \"order\": \"seriesAsc\"\n",
       "    },\n",
       "    \"xAxis\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            },\n",
       "            \"data\": [\n",
       "                \"age\",\n",
       "                \"job\",\n",
       "                \"marital\",\n",
       "                \"education\",\n",
       "                \"default\",\n",
       "                \"housing\",\n",
       "                \"loan\",\n",
       "                \"contact\",\n",
       "                \"month\",\n",
       "                \"day_of_week\",\n",
       "                \"duration\",\n",
       "                \"poutcome\",\n",
       "                \"y\"\n",
       "            ]\n",
       "        }\n",
       "    ],\n",
       "    \"yAxis\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            },\n",
       "            \"data\": [\n",
       "                \"age\",\n",
       "                \"job\",\n",
       "                \"marital\",\n",
       "                \"education\",\n",
       "                \"default\",\n",
       "                \"housing\",\n",
       "                \"loan\",\n",
       "                \"contact\",\n",
       "                \"month\",\n",
       "                \"day_of_week\",\n",
       "                \"duration\",\n",
       "                \"poutcome\",\n",
       "                \"y\"\n",
       "            ]\n",
       "        }\n",
       "    ],\n",
       "    \"title\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"text\": \"\\u77ed\\u671f\\u6570\\u636e HeatMap\",\n",
       "            \"target\": \"blank\",\n",
       "            \"subtarget\": \"blank\",\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"textAlign\": \"auto\",\n",
       "            \"textVerticalAlign\": \"auto\",\n",
       "            \"triggerEvent\": false\n",
       "        }\n",
       "    ],\n",
       "    \"visualMap\": {\n",
       "        \"show\": true,\n",
       "        \"type\": \"continuous\",\n",
       "        \"min\": -1,\n",
       "        \"max\": 1,\n",
       "        \"inRange\": {\n",
       "            \"color\": [\n",
       "                \"#50a3ba\",\n",
       "                \"#eac763\",\n",
       "                \"#d94e5d\"\n",
       "            ]\n",
       "        },\n",
       "        \"calculable\": true,\n",
       "        \"inverse\": false,\n",
       "        \"splitNumber\": 5,\n",
       "        \"hoverLink\": true,\n",
       "        \"orient\": \"horizontal\",\n",
       "        \"left\": \"center\",\n",
       "        \"padding\": 5,\n",
       "        \"showLabel\": true,\n",
       "        \"itemWidth\": 20,\n",
       "        \"itemHeight\": 140,\n",
       "        \"borderWidth\": 0\n",
       "    }\n",
       "};\n",
       "        chart_b3acf57a184f4b69b53320eeab1cd05b.setOption(option_b3acf57a184f4b69b53320eeab1cd05b);\n",
       "    </script>\n",
       "</body>\n",
       "</html>\n"
      ],
      "text/plain": [
       "<pyecharts.render.display.HTML at 0x1d10a1043a0>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c.render_notebook()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be669f67-1823-4e9e-b445-d9c23fead10c",
   "metadata": {},
   "source": [
    "# 任务2.2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "80e45b04-23db-47a3-ae7f-aa9ec11ce8c1",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>job</th>\n",
       "      <th>marital</th>\n",
       "      <th>education</th>\n",
       "      <th>default</th>\n",
       "      <th>housing</th>\n",
       "      <th>loan</th>\n",
       "      <th>contact</th>\n",
       "      <th>month</th>\n",
       "      <th>day_of_week</th>\n",
       "      <th>duration</th>\n",
       "      <th>poutcome</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>user_id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>BA2200004</th>\n",
       "      <td>40</td>\n",
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       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>151</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200005</th>\n",
       "      <td>56</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
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       "      <td>5</td>\n",
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       "      <td>307</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200007</th>\n",
       "      <td>59</td>\n",
       "      <td>0</td>\n",
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       "      <td>2</td>\n",
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       "      <td>1</td>\n",
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       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200009</th>\n",
       "      <td>24</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>380</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200010</th>\n",
       "      <td>25</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>50</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241171</th>\n",
       "      <td>29</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>112</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241173</th>\n",
       "      <td>46</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "      <td>383</td>\n",
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       "      <td>0</td>\n",
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       "      <th>BA2241174</th>\n",
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       "      <td>6</td>\n",
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       "      <td>11</td>\n",
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       "      <td>189</td>\n",
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       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>BA2241175</th>\n",
       "      <td>44</td>\n",
       "      <td>2</td>\n",
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       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
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       "      <td>442</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241176</th>\n",
       "      <td>74</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>239</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>30436 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           age  job  marital  education  default  housing  loan  contact  \\\n",
       "user_id                                                                    \n",
       "BA2200004   40    0        0          0        0        0     0        0   \n",
       "BA2200005   56    1        0          1        0        0     1        0   \n",
       "BA2200007   59    0        0          2        0        0     0        0   \n",
       "BA2200009   24    2        1          2        0        1     0        0   \n",
       "BA2200010   25    1        1          1        0        1     0        0   \n",
       "...        ...  ...      ...        ...      ...      ...   ...      ...   \n",
       "BA2241171   29    5        1          0        0        1     0        1   \n",
       "BA2241173   46    3        0          2        0        0     0        1   \n",
       "BA2241174   56    6        0          3        0        1     0        1   \n",
       "BA2241175   44    2        0          2        0        0     0        1   \n",
       "BA2241176   74    6        0          2        0        1     0        1   \n",
       "\n",
       "           month  day_of_week  duration  poutcome  y  \n",
       "user_id                                               \n",
       "BA2200004      5            1       151         0  0  \n",
       "BA2200005      5            1       307         0  0  \n",
       "BA2200007      5            1       139         0  0  \n",
       "BA2200009      5            1       380         0  0  \n",
       "BA2200010      5            1        50         0  0  \n",
       "...          ...          ...       ...       ... ..  \n",
       "BA2241171     11            5       112         2  0  \n",
       "BA2241173     11            5       383         0  0  \n",
       "BA2241174     11            5       189         0  0  \n",
       "BA2241175     11            5       442         0  1  \n",
       "BA2241176     11            5       239         1  0  \n",
       "\n",
       "[30436 rows x 13 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sDf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9c14abd3-0846-4eb2-9d14-7d2d5fcef8e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33,\n",
       "       34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50,\n",
       "       51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67,\n",
       "       68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84,\n",
       "       85, 86, 87, 88, 89, 91, 94, 95], dtype=int64)"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ageSer=sDf['age'].unique()\n",
    "ageSer.sort()\n",
    "ageSer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "e81bb215-b1ce-45bb-a4ef-da4b22db2945",
   "metadata": {},
   "outputs": [],
   "source": [
    "no_ratio=[]\n",
    "# nNum=(sDf['y']==0).sum()\n",
    "yes_ratio=[]\n",
    "# yNum=(sDf['y']==1).sum()\n",
    "for a in ageSer:\n",
    "\n",
    "    n= sDf[(sDf['age']==a) & (sDf['y']==0)].count()['y']\n",
    "    no_ratio.append(int(n))\n",
    "    \n",
    "    y= sDf[(sDf['age']==a) & (sDf['y']==1)].count()['y']\n",
    "    yes_ratio.append(int(y))    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "42c92c8b-a97a-439d-aaa3-9d23f483a803",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "26580 3856\n"
     ]
    }
   ],
   "source": [
    "print(sum(no_ratio),sum(yes_ratio))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "b448501a-5ccb-425d-8527-a3a16182cb87",
   "metadata": {},
   "outputs": [
    {
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       "        <div id=\"ccf8b8ddc215415f8f1d4de39560fed7\" class=\"chart-container\" style=\"width:1100px; height:500px; \"></div>\n",
       "    <script>\n",
       "        var chart_ccf8b8ddc215415f8f1d4de39560fed7 = echarts.init(\n",
       "            document.getElementById('ccf8b8ddc215415f8f1d4de39560fed7'), 'white', {renderer: 'canvas'});\n",
       "        var option_ccf8b8ddc215415f8f1d4de39560fed7 = {\n",
       "    \"animation\": true,\n",
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       "            ],\n",
       "            \"realtimeSort\": false,\n",
       "            \"showBackground\": false,\n",
       "            \"stackStrategy\": \"samesign\",\n",
       "            \"cursor\": \"pointer\",\n",
       "            \"barMinHeight\": 0,\n",
       "            \"barCategoryGap\": \"20%\",\n",
       "            \"barGap\": \"30%\",\n",
       "            \"large\": false,\n",
       "            \"largeThreshold\": 400,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"datasetIndex\": 0,\n",
       "            \"clip\": true,\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 2,\n",
       "            \"label\": {\n",
       "                \"show\": false,\n",
       "                \"margin\": 8\n",
       "            }\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"bar\",\n",
       "            \"name\": \"yes\",\n",
       "            \"legendHoverLink\": true,\n",
       "            \"data\": [\n",
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       "                2,\n",
       "                0,\n",
       "                0,\n",
       "                0\n",
       "            ],\n",
       "            \"realtimeSort\": false,\n",
       "            \"showBackground\": false,\n",
       "            \"stackStrategy\": \"samesign\",\n",
       "            \"cursor\": \"pointer\",\n",
       "            \"barMinHeight\": 0,\n",
       "            \"barCategoryGap\": \"20%\",\n",
       "            \"barGap\": \"30%\",\n",
       "            \"large\": false,\n",
       "            \"largeThreshold\": 400,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"datasetIndex\": 0,\n",
       "            \"clip\": true,\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 2,\n",
       "            \"label\": {\n",
       "                \"show\": false,\n",
       "                \"margin\": 8\n",
       "            }\n",
       "        }\n",
       "    ],\n",
       "    \"legend\": [\n",
       "        {\n",
       "            \"data\": [\n",
       "                \"no\",\n",
       "                \"yes\"\n",
       "            ],\n",
       "            \"selected\": {},\n",
       "            \"show\": true,\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"itemWidth\": 25,\n",
       "            \"itemHeight\": 14,\n",
       "            \"backgroundColor\": \"transparent\",\n",
       "            \"borderColor\": \"#ccc\",\n",
       "            \"borderWidth\": 1,\n",
       "            \"borderRadius\": 0,\n",
       "            \"pageButtonItemGap\": 5,\n",
       "            \"pageButtonPosition\": \"end\",\n",
       "            \"pageFormatter\": \"{current}/{total}\",\n",
       "            \"pageIconColor\": \"#2f4554\",\n",
       "            \"pageIconInactiveColor\": \"#aaa\",\n",
       "            \"pageIconSize\": 15,\n",
       "            \"animationDurationUpdate\": 800,\n",
       "            \"selector\": false,\n",
       "            \"selectorPosition\": \"auto\",\n",
       "            \"selectorItemGap\": 7,\n",
       "            \"selectorButtonGap\": 10\n",
       "        }\n",
       "    ],\n",
       "    \"tooltip\": {\n",
       "        \"show\": true,\n",
       "        \"trigger\": \"item\",\n",
       "        \"triggerOn\": \"mousemove|click\",\n",
       "        \"axisPointer\": {\n",
       "            \"type\": \"line\"\n",
       "        },\n",
       "        \"showContent\": true,\n",
       "        \"alwaysShowContent\": false,\n",
       "        \"showDelay\": 0,\n",
       "        \"hideDelay\": 100,\n",
       "        \"enterable\": false,\n",
       "        \"confine\": false,\n",
       "        \"appendToBody\": false,\n",
       "        \"transitionDuration\": 0.4,\n",
       "        \"textStyle\": {\n",
       "            \"fontSize\": 14\n",
       "        },\n",
       "        \"borderWidth\": 0,\n",
       "        \"padding\": 5,\n",
       "        \"order\": \"seriesAsc\"\n",
       "    },\n",
       "    \"xAxis\": [\n",
       "        {\n",
       "            \"name\": \"\\u5e74\\u9f84\",\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            },\n",
       "            \"data\": [\n",
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       "                75,\n",
       "                76,\n",
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       "                78,\n",
       "                79,\n",
       "                80,\n",
       "                81,\n",
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       "                84,\n",
       "                85,\n",
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       "                87,\n",
       "                88,\n",
       "                89,\n",
       "                91,\n",
       "                94,\n",
       "                95\n",
       "            ]\n",
       "        }\n",
       "    ],\n",
       "    \"yAxis\": [\n",
       "        {\n",
       "            \"name\": \"\\u6570\\u503c\",\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    ],\n",
       "    \"title\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"text\": \"\\u4e0d\\u540c\\u8d2d\\u4e70\\u7ed3\\u679c\\u5404\\u5e74\\u9f84\\u5ba2\\u6237\\u91cf\",\n",
       "            \"target\": \"blank\",\n",
       "            \"subtarget\": \"blank\",\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"textAlign\": \"auto\",\n",
       "            \"textVerticalAlign\": \"auto\",\n",
       "            \"triggerEvent\": false\n",
       "        }\n",
       "    ]\n",
       "};\n",
       "        chart_ccf8b8ddc215415f8f1d4de39560fed7.setOption(option_ccf8b8ddc215415f8f1d4de39560fed7);\n",
       "    </script>\n",
       "</body>\n",
       "</html>\n"
      ],
      "text/plain": [
       "<pyecharts.render.display.HTML at 0x1d10d1d9520>"
      ]
     },
     "execution_count": 79,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pyecharts import options as opts\n",
    "from pyecharts.charts import Bar\n",
    "from pyecharts.faker import Faker\n",
    "\n",
    "choose=ageSer.tolist()\n",
    "\n",
    "d = (\n",
    "    Bar(\n",
    "\n",
    "        init_opts=opts.InitOpts(\n",
    "\n",
    "            width='1100px'\n",
    "        )\n",
    "    )\n",
    "    .add_xaxis(choose)\n",
    "    .add_yaxis(\n",
    "        \"no\", \n",
    "        no_ratio,\n",
    "        label_opts=opts.LabelOpts(is_show=False)\n",
    "        # bar_width=20\n",
    "    )\n",
    "    .add_yaxis(\"yes\", yes_ratio,label_opts=opts.LabelOpts(is_show=False))\n",
    "    .set_global_opts(\n",
    "        title_opts=opts.TitleOpts(\n",
    "            title=\"不同购买结果各年龄客户量\",\n",
    "            # text_vertical_align='left'\n",
    "        ),\n",
    "        yaxis_opts=opts.AxisOpts(name=\"数值\"),\n",
    "        xaxis_opts=opts.AxisOpts(name='年龄'),\n",
    "\n",
    "    )\n",
    ")\n",
    "d.render_notebook()"
   ]
  },
  {
   "attachments": {
    "02ca7d99-e3e1-40eb-ba35-2795a4386a4a.png": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "2e6498f0-3d58-485e-9d01-3c75396f8b9c",
   "metadata": {},
   "source": [
    "# 任务2.3\n",
    "\n",
    "![image.png](attachment:02ca7d99-e3e1-40eb-ba35-2795a4386a4a.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "id": "49f6f496-248b-4bc5-841d-95da64a68c15",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[['蓝领未购买', 5217], ['蓝领购买', 452], ['学生未购买', 405], ['学生购买', 203]]"
      ]
     },
     "execution_count": 93,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "choose=[]\n",
    "bCollar_noNum =sDf[(sDf['job'] == 3) & (sDf['y']==0)].count()['y']\n",
    "choose.append( ['蓝领未购买',int(bCollar_noNum)])\n",
    "bCollar_yesNum =sDf[(sDf['job'] == 3) & (sDf['y']==1)].count()['y']\n",
    "choose.append( ['蓝领购买',int(bCollar_yesNum)])\n",
    "\n",
    "\n",
    "student_noNum =sDf[(sDf['job'] == 9) & (sDf['y']==0)].count()['y']\n",
    "choose.append( ['学生未购买',int(student_noNum)])\n",
    "student_yesNum =sDf[(sDf['job'] == 9) & (sDf['y']==1)].count()['y']\n",
    "choose.append( ['学生购买',int(student_yesNum)])\n",
    "choose"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "id": "18d069f6-80f0-4df9-bb40-58475e571dd2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<!DOCTYPE html>\n",
       "<html>\n",
       "<head>\n",
       "    <meta charset=\"UTF-8\">\n",
       "</head>\n",
       "<body>\n",
       "        <div id=\"39aa065f90604dc3b450ded7d825eb73\" class=\"chart-container\" style=\"width:900px; height:500px; \"></div>\n",
       "    <script>\n",
       "        var chart_39aa065f90604dc3b450ded7d825eb73 = echarts.init(\n",
       "            document.getElementById('39aa065f90604dc3b450ded7d825eb73'), 'white', {renderer: 'canvas'});\n",
       "        var option_39aa065f90604dc3b450ded7d825eb73 = {\n",
       "    \"animation\": true,\n",
       "    \"animationThreshold\": 2000,\n",
       "    \"animationDuration\": 1000,\n",
       "    \"animationEasing\": \"cubicOut\",\n",
       "    \"animationDelay\": 0,\n",
       "    \"animationDurationUpdate\": 300,\n",
       "    \"animationEasingUpdate\": \"cubicOut\",\n",
       "    \"animationDelayUpdate\": 0,\n",
       "    \"aria\": {\n",
       "        \"enabled\": false\n",
       "    },\n",
       "    \"color\": [\n",
       "        \"#5470c6\",\n",
       "        \"#91cc75\",\n",
       "        \"#fac858\",\n",
       "        \"#ee6666\",\n",
       "        \"#73c0de\",\n",
       "        \"#3ba272\",\n",
       "        \"#fc8452\",\n",
       "        \"#9a60b4\",\n",
       "        \"#ea7ccc\"\n",
       "    ],\n",
       "    \"series\": [\n",
       "        {\n",
       "            \"type\": \"pie\",\n",
       "            \"colorBy\": \"data\",\n",
       "            \"legendHoverLink\": true,\n",
       "            \"selectedMode\": false,\n",
       "            \"selectedOffset\": 10,\n",
       "            \"clockwise\": true,\n",
       "            \"startAngle\": 90,\n",
       "            \"minAngle\": 0,\n",
       "            \"minShowLabelAngle\": 0,\n",
       "            \"avoidLabelOverlap\": true,\n",
       "            \"stillShowZeroSum\": true,\n",
       "            \"percentPrecision\": 2,\n",
       "            \"showEmptyCircle\": true,\n",
       "            \"emptyCircleStyle\": {\n",
       "                \"color\": \"lightgray\",\n",
       "                \"borderColor\": \"#000\",\n",
       "                \"borderWidth\": 0,\n",
       "                \"borderType\": \"solid\",\n",
       "                \"borderDashOffset\": 0,\n",
       "                \"borderCap\": \"butt\",\n",
       "                \"borderJoin\": \"bevel\",\n",
       "                \"borderMiterLimit\": 10,\n",
       "                \"opacity\": 1\n",
       "            },\n",
       "            \"data\": [\n",
       "                {\n",
       "                    \"name\": \"\\u84dd\\u9886\\u672a\\u8d2d\\u4e70\",\n",
       "                    \"value\": 5217\n",
       "                },\n",
       "                {\n",
       "                    \"name\": \"\\u84dd\\u9886\\u8d2d\\u4e70\",\n",
       "                    \"value\": 452\n",
       "                },\n",
       "                {\n",
       "                    \"name\": \"\\u5b66\\u751f\\u672a\\u8d2d\\u4e70\",\n",
       "                    \"value\": 405\n",
       "                },\n",
       "                {\n",
       "                    \"name\": \"\\u5b66\\u751f\\u8d2d\\u4e70\",\n",
       "                    \"value\": 203\n",
       "                }\n",
       "            ],\n",
       "            \"radius\": [\n",
       "                \"0%\",\n",
       "                \"75%\"\n",
       "            ],\n",
       "            \"center\": [\n",
       "                \"50%\",\n",
       "                \"50%\"\n",
       "            ],\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8,\n",
       "                \"formatter\": \"{b}: {c}\"\n",
       "            },\n",
       "            \"labelLine\": {\n",
       "                \"show\": true,\n",
       "                \"showAbove\": false,\n",
       "                \"length\": 15,\n",
       "                \"length2\": 15,\n",
       "                \"smooth\": false,\n",
       "                \"minTurnAngle\": 90,\n",
       "                \"maxSurfaceAngle\": 90\n",
       "            },\n",
       "            \"rippleEffect\": {\n",
       "                \"show\": true,\n",
       "                \"brushType\": \"stroke\",\n",
       "                \"scale\": 2.5,\n",
       "                \"period\": 4\n",
       "            }\n",
       "        }\n",
       "    ],\n",
       "    \"legend\": [\n",
       "        {\n",
       "            \"data\": [\n",
       "                \"\\u84dd\\u9886\\u672a\\u8d2d\\u4e70\",\n",
       "                \"\\u84dd\\u9886\\u8d2d\\u4e70\",\n",
       "                \"\\u5b66\\u751f\\u672a\\u8d2d\\u4e70\",\n",
       "                \"\\u5b66\\u751f\\u8d2d\\u4e70\"\n",
       "            ],\n",
       "            \"selected\": {},\n",
       "            \"show\": true,\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"itemWidth\": 25,\n",
       "            \"itemHeight\": 14,\n",
       "            \"backgroundColor\": \"transparent\",\n",
       "            \"borderColor\": \"#ccc\",\n",
       "            \"borderWidth\": 1,\n",
       "            \"borderRadius\": 0,\n",
       "            \"pageButtonItemGap\": 5,\n",
       "            \"pageButtonPosition\": \"end\",\n",
       "            \"pageFormatter\": \"{current}/{total}\",\n",
       "            \"pageIconColor\": \"#2f4554\",\n",
       "            \"pageIconInactiveColor\": \"#aaa\",\n",
       "            \"pageIconSize\": 15,\n",
       "            \"animationDurationUpdate\": 800,\n",
       "            \"selector\": false,\n",
       "            \"selectorPosition\": \"auto\",\n",
       "            \"selectorItemGap\": 7,\n",
       "            \"selectorButtonGap\": 10\n",
       "        }\n",
       "    ],\n",
       "    \"tooltip\": {\n",
       "        \"show\": true,\n",
       "        \"trigger\": \"item\",\n",
       "        \"triggerOn\": \"mousemove|click\",\n",
       "        \"axisPointer\": {\n",
       "            \"type\": \"line\"\n",
       "        },\n",
       "        \"showContent\": true,\n",
       "        \"alwaysShowContent\": false,\n",
       "        \"showDelay\": 0,\n",
       "        \"hideDelay\": 100,\n",
       "        \"enterable\": false,\n",
       "        \"confine\": false,\n",
       "        \"appendToBody\": false,\n",
       "        \"transitionDuration\": 0.4,\n",
       "        \"textStyle\": {\n",
       "            \"fontSize\": 14\n",
       "        },\n",
       "        \"borderWidth\": 0,\n",
       "        \"padding\": 5,\n",
       "        \"order\": \"seriesAsc\"\n",
       "    },\n",
       "    \"title\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"text\": \"\\u84dd\\u9886\\u548c\\u5b66\\u751f\\u8d2d\\u4e70\\u4ea7\\u54c1\\u60c5\\u51b5\\u997c\\u56fe\",\n",
       "            \"target\": \"blank\",\n",
       "            \"subtarget\": \"blank\",\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"textAlign\": \"auto\",\n",
       "            \"textVerticalAlign\": \"auto\",\n",
       "            \"triggerEvent\": false\n",
       "        }\n",
       "    ]\n",
       "};\n",
       "        chart_39aa065f90604dc3b450ded7d825eb73.setOption(option_39aa065f90604dc3b450ded7d825eb73);\n",
       "    </script>\n",
       "</body>\n",
       "</html>\n"
      ],
      "text/plain": [
       "<pyecharts.render.display.HTML at 0x1d10b135d00>"
      ]
     },
     "execution_count": 120,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pyecharts import options as opts\n",
    "from pyecharts.charts import Pie\n",
    "from pyecharts.faker import Faker\n",
    "\n",
    "e = (\n",
    "    Pie()\n",
    "    .add(\"\", choose)\n",
    "    .set_global_opts(title_opts=opts.TitleOpts(title=\"蓝领和学生购买产品情况饼图\"))\n",
    "    .set_series_opts(label_opts=opts.LabelOpts(formatter=\"{b}: {c}\"))\n",
    "    \n",
    ")\n",
    "e.render_notebook()"
   ]
  },
  {
   "attachments": {
    "1406ecee-46f0-41dd-84a3-e78622ee2e9d.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "id": "58786b7a-19b8-4ae5-a1a0-ddbfcea071bd",
   "metadata": {},
   "source": [
    "# 任务2.4\n",
    "![image.png](attachment:1406ecee-46f0-41dd-84a3-e78622ee2e9d.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "id": "5899a10b-7d30-4804-8aa9-2f75d28f6dbd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>job</th>\n",
       "      <th>marital</th>\n",
       "      <th>education</th>\n",
       "      <th>default</th>\n",
       "      <th>housing</th>\n",
       "      <th>loan</th>\n",
       "      <th>contact</th>\n",
       "      <th>month</th>\n",
       "      <th>day_of_week</th>\n",
       "      <th>duration</th>\n",
       "      <th>poutcome</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>user_id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>BA2200004</th>\n",
       "      <td>40</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>151</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200005</th>\n",
       "      <td>56</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>307</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200007</th>\n",
       "      <td>59</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>139</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200009</th>\n",
       "      <td>24</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>380</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2200010</th>\n",
       "      <td>25</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>50</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241171</th>\n",
       "      <td>29</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>112</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241173</th>\n",
       "      <td>46</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>383</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241174</th>\n",
       "      <td>56</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>189</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241175</th>\n",
       "      <td>44</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>442</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BA2241176</th>\n",
       "      <td>74</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>11</td>\n",
       "      <td>5</td>\n",
       "      <td>239</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>30436 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           age  job  marital  education  default  housing  loan  contact  \\\n",
       "user_id                                                                    \n",
       "BA2200004   40    0        0          0        0        0     0        0   \n",
       "BA2200005   56    1        0          1        0        0     1        0   \n",
       "BA2200007   59    0        0          2        0        0     0        0   \n",
       "BA2200009   24    2        1          2        0        1     0        0   \n",
       "BA2200010   25    1        1          1        0        1     0        0   \n",
       "...        ...  ...      ...        ...      ...      ...   ...      ...   \n",
       "BA2241171   29    5        1          0        0        1     0        1   \n",
       "BA2241173   46    3        0          2        0        0     0        1   \n",
       "BA2241174   56    6        0          3        0        1     0        1   \n",
       "BA2241175   44    2        0          2        0        0     0        1   \n",
       "BA2241176   74    6        0          2        0        1     0        1   \n",
       "\n",
       "           month  day_of_week  duration  poutcome  y  \n",
       "user_id                                               \n",
       "BA2200004      5            1       151         0  0  \n",
       "BA2200005      5            1       307         0  0  \n",
       "BA2200007      5            1       139         0  0  \n",
       "BA2200009      5            1       380         0  0  \n",
       "BA2200010      5            1        50         0  0  \n",
       "...          ...          ...       ...       ... ..  \n",
       "BA2241171     11            5       112         2  0  \n",
       "BA2241173     11            5       383         0  0  \n",
       "BA2241174     11            5       189         0  0  \n",
       "BA2241175     11            5       442         0  1  \n",
       "BA2241176     11            5       239         1  0  \n",
       "\n",
       "[30436 rows x 13 columns]"
      ]
     },
     "execution_count": 98,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sDf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "id": "d3cecf04-590d-4e77-9301-b2e69a2218a6",
   "metadata": {},
   "outputs": [],
   "source": [
    "no_duration= sDf[sDf['y']==0]['duration'].tolist()\n",
    "yes_duration= sDf[sDf['y']==1]['duration'].tolist()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "id": "e4b2b894-ceac-45d9-b3ac-7d5cbc01b462",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<!DOCTYPE html>\n",
       "<html>\n",
       "<head>\n",
       "    <meta charset=\"UTF-8\">\n",
       "</head>\n",
       "<body>\n",
       "        <div id=\"c84ee34cc05d4bb8b830ec788625da03\" class=\"chart-container\" style=\"width:900px; height:500px; \"></div>\n",
       "    <script>\n",
       "        var chart_c84ee34cc05d4bb8b830ec788625da03 = echarts.init(\n",
       "            document.getElementById('c84ee34cc05d4bb8b830ec788625da03'), 'white', {renderer: 'canvas'});\n",
       "        var option_c84ee34cc05d4bb8b830ec788625da03 = {\n",
       "    \"animation\": true,\n",
       "    \"animationThreshold\": 2000,\n",
       "    \"animationDuration\": 1000,\n",
       "    \"animationEasing\": \"cubicOut\",\n",
       "    \"animationDelay\": 0,\n",
       "    \"animationDurationUpdate\": 300,\n",
       "    \"animationEasingUpdate\": \"cubicOut\",\n",
       "    \"animationDelayUpdate\": 0,\n",
       "    \"aria\": {\n",
       "        \"enabled\": false\n",
       "    },\n",
       "    \"color\": [\n",
       "        \"#5470c6\",\n",
       "        \"#91cc75\",\n",
       "        \"#fac858\",\n",
       "        \"#ee6666\",\n",
       "        \"#73c0de\",\n",
       "        \"#3ba272\",\n",
       "        \"#fc8452\",\n",
       "        \"#9a60b4\",\n",
       "        \"#ea7ccc\"\n",
       "    ],\n",
       "    \"series\": [\n",
       "        {\n",
       "            \"type\": \"boxplot\",\n",
       "            \"name\": \"\\u672a\\u8d2d\\u4e70\",\n",
       "            \"boxWidth\": [\n",
       "                7,\n",
       "                50\n",
       "            ],\n",
       "            \"selected_mode\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    0,\n",
       "                    95.0,\n",
       "                    163.0,\n",
       "                    276.75,\n",
       "                    4918\n",
       "                ]\n",
       "            ],\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"markPoint\": {\n",
       "                \"label\": {\n",
       "                    \"show\": true,\n",
       "                    \"position\": \"inside\",\n",
       "                    \"color\": \"#fff\",\n",
       "                    \"margin\": 8\n",
       "                }\n",
       "            },\n",
       "            \"markLine\": {\n",
       "                \"silent\": false,\n",
       "                \"precision\": 2,\n",
       "                \"label\": {\n",
       "                    \"show\": true,\n",
       "                    \"margin\": 8\n",
       "                }\n",
       "            }\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"boxplot\",\n",
       "            \"name\": \"\\u8d2d\\u4e70\",\n",
       "            \"boxWidth\": [\n",
       "                7,\n",
       "                50\n",
       "            ],\n",
       "            \"selected_mode\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    37,\n",
       "                    245.0,\n",
       "                    415.0,\n",
       "                    706.75,\n",
       "                    4199\n",
       "                ]\n",
       "            ],\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"markPoint\": {\n",
       "                \"label\": {\n",
       "                    \"show\": true,\n",
       "                    \"position\": \"inside\",\n",
       "                    \"color\": \"#fff\",\n",
       "                    \"margin\": 8\n",
       "                }\n",
       "            },\n",
       "            \"markLine\": {\n",
       "                \"silent\": false,\n",
       "                \"precision\": 2,\n",
       "                \"label\": {\n",
       "                    \"show\": true,\n",
       "                    \"margin\": 8\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    ],\n",
       "    \"legend\": [\n",
       "        {\n",
       "            \"data\": [\n",
       "                \"\\u672a\\u8d2d\\u4e70\",\n",
       "                \"\\u8d2d\\u4e70\"\n",
       "            ],\n",
       "            \"selected\": {},\n",
       "            \"show\": true,\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"itemWidth\": 25,\n",
       "            \"itemHeight\": 14,\n",
       "            \"backgroundColor\": \"transparent\",\n",
       "            \"borderColor\": \"#ccc\",\n",
       "            \"borderWidth\": 1,\n",
       "            \"borderRadius\": 0,\n",
       "            \"pageButtonItemGap\": 5,\n",
       "            \"pageButtonPosition\": \"end\",\n",
       "            \"pageFormatter\": \"{current}/{total}\",\n",
       "            \"pageIconColor\": \"#2f4554\",\n",
       "            \"pageIconInactiveColor\": \"#aaa\",\n",
       "            \"pageIconSize\": 15,\n",
       "            \"animationDurationUpdate\": 800,\n",
       "            \"selector\": false,\n",
       "            \"selectorPosition\": \"auto\",\n",
       "            \"selectorItemGap\": 7,\n",
       "            \"selectorButtonGap\": 10\n",
       "        }\n",
       "    ],\n",
       "    \"tooltip\": {\n",
       "        \"show\": true,\n",
       "        \"trigger\": \"item\",\n",
       "        \"triggerOn\": \"mousemove|click\",\n",
       "        \"axisPointer\": {\n",
       "            \"type\": \"line\"\n",
       "        },\n",
       "        \"showContent\": true,\n",
       "        \"alwaysShowContent\": false,\n",
       "        \"showDelay\": 0,\n",
       "        \"hideDelay\": 100,\n",
       "        \"enterable\": false,\n",
       "        \"confine\": false,\n",
       "        \"appendToBody\": false,\n",
       "        \"transitionDuration\": 0.4,\n",
       "        \"textStyle\": {\n",
       "            \"fontSize\": 14\n",
       "        },\n",
       "        \"borderWidth\": 0,\n",
       "        \"padding\": 5,\n",
       "        \"order\": \"seriesAsc\"\n",
       "    },\n",
       "    \"xAxis\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            },\n",
       "            \"data\": [\n",
       "                \"\\u901a\\u8bdd\\u65f6\\u957f\"\n",
       "            ]\n",
       "        }\n",
       "    ],\n",
       "    \"yAxis\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    ],\n",
       "    \"title\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"text\": \"\\u4e0d\\u540c\\u8d2d\\u4e70\\u7ed3\\u679c\\u7528\\u6237\\u901a\\u8bdd\\u65f6\\u957f\",\n",
       "            \"target\": \"blank\",\n",
       "            \"subtarget\": \"blank\",\n",
       "            \"padding\": 5,\n",
       "            \"itemGap\": 10,\n",
       "            \"textAlign\": \"auto\",\n",
       "            \"textVerticalAlign\": \"auto\",\n",
       "            \"triggerEvent\": false\n",
       "        }\n",
       "    ]\n",
       "};\n",
       "        chart_c84ee34cc05d4bb8b830ec788625da03.setOption(option_c84ee34cc05d4bb8b830ec788625da03);\n",
       "    </script>\n",
       "</body>\n",
       "</html>\n"
      ],
      "text/plain": [
       "<pyecharts.render.display.HTML at 0x1d10ba217f0>"
      ]
     },
     "execution_count": 125,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pyecharts import options as opts\n",
    "from pyecharts.charts import Boxplot\n",
    "\n",
    "f = Boxplot()\n",
    "f.add_xaxis([\"通话时长\"])\n",
    "f.add_yaxis(\"未购买\", f.prepare_data([no_duration]))\n",
    "f.add_yaxis(\"购买\", f.prepare_data([yes_duration]))\n",
    "f.set_global_opts(title_opts=opts.TitleOpts(title=\"不同购买结果用户通话时长\"))\n",
    "f.render_notebook()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "57790c3b-e0c7-4a15-8948-78b2a50149f4",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
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